Most people think normal body temperature is 98.6 .F. In 1992, the Journal of the American Medical Association asserted that a more accurate figure may be 98.2 OF on average, and that body temperatures had a standard deviation of 0.7 F. Assuming this is true and body temperatures follow a normal distribution, 40% of the people will have a body temperature less than what value? [Source: Mackowiak, P. A., Wasserman, S. S., & Levine, M. M. (1992). A critical appraisal of 98.6 degrees F, the upper limit of the normal body temperature, and other legacies of Carl Reinhold August Wunderlich. JAMA, 268(12), 1578- 1580.] A) 95.628 OF B) 100.913 OF OC) 92.693 OF (D) 98.025 OF O E) 94.205 OF ) Previous Page Next Page Page 1 of 11 MacBook Pro C G Search or type URL + "> & * 4 R Y U PPharmacokinetics is the study of movement of drugs in the body. One useful measure of pharmacokinetics is the maximum concentration (CMAX). Maximum concentration provides information on the peak concentration of a drug in the blood after it has been administered. A pharmacokinetic study conducted on intravenous infusion of Acetaminophen among healthy patients up to the age of 60 measured the pharmacokinetics parameters for children, adolescents and adults. The study revealed a mean Acetaminophen CMAX for children of 27 mg/ml and a standard deviation to be 7 mg/ml. Suppose the CMAX for children who participated in the study is normally distributed. Source: OFIRMEV (Acetaminophen) Retrieved from https://www.rxlist.com/ofirmev-drug.htm#description] What is the probability that the CMAX of one child is above 31 mg/ml? A) 0.2843 B) 0.3298 C) 0.7157 OD) 0.3859 E) 0.6141 MacBook Pro C G Search or type URL + $ % & 4 5 6 8 O R T